The amount of soil in the gardening box is an illstration of volume
The maximum amount of planting soil that can be used to fill the gardening box is 2969696 cubic yards
<h3>How to determine the amount of planting soil needed</h3>
The dimension of the gardening box is given as:
Length = 412 yd
Width = 212 yd
Height = 34 yd
Assume that the dimensions of the gardening box are not too thick.
The volume of the box is the product of its dimensions.
So, we have:
Volume = 412 yd * 212 yd * 34 yd
This gives
Volume = 2969696 cubic yards
Hence, the amount of soil that can be used to fill the gardening box is 2969696 cubic yards (none of the options is correct)
Read more about volumes at:
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If f is a one-to-one continuous function defined on an interval, then its inverse f−1 is also one-to-one and continuous.
Answer:
The answer to your question is 252 in²
Step-by-step explanation:
Data
Zach = 92 ft²
Blaise = 13500 in²
Who painted more and how many more square inches? = ?
Process
1.- Convert the square feet to square inches
1 ft² ----------------- 144 in²
92 ft² ---------------- x
x = (92 x 144)/1
x = 13248 in²
2.- Subtract the lower value to the higher value
Area = 13500 in² - 13248 in²
Area = 252 in²
3.- Conclusion
Blaise painted 252 in² more than Zach.
